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UNIVERSITAS GADJAH MADA FACULTY OF MATHEMATICS AND NATURAL SCIENCES 

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UNIVERSITAS GADJAH MADA FACULTY OF MATHEMATICS AND NATURAL SCIENCES 

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UNIVERSITAS GADJAH MADA FACULTY OF MATHEMATICS AND NATURAL SCIENCES 

Dr. Drs. Gunardi, M.Si.

AREA OF EXPERTISE (DIVISION / GROUP / FIELD)

  • MATHEMATICAL SCIENCES/ APPLIED STATISTICS/ STATISTICS
  • MATHEMATICAL SCIENCES/ STOCHASTIC ANALYSIS AND MODELLING/ STATISTICS
  • MATHEMATICAL SCIENCES/ PROBABILITY THEORY/ STATISTICS

 

 

EDUCATION BACKGROUND

  • Doctor, Mathematics/MIPA, UGM, Indonesia, 09/2004 – 08/2007 Thesis : Indonesian Option Pricing Under Black-Scholes and Variance Gamma Model
  • Master, Mathematics/MIPA, UGM, Indonesia, 07/1992 – 02/1995 Thesis : Minimax Estimation Method
  • Undergraduate, Mathematics/MIPA, UGM, Indonesia, 07/1984 – 12/1989 Thesis : Jack Knife Method

 

 

RESEARCH CLUSTER/GROUP

  • Financie, Actuarial Mathematics, Survival Analysiscluster – Statistics

 

 

RESEARCH INTEREST

  • Option Theory, General Insurance

 

 

SCHOLARSHIP

  • Dikti BPPS, Gadjah Mada University, 2004
  • TMPD, Gadjah Mada University, 1992

 

 

PROFESSIONAL ASSOCIATION

  • INDOMS, National, 2004
  • Indonesia statistics association (ISI), National, 2000
  • Institute of Mathematical Statistics (IMS), International, 2008

 

 

COURSE SUBJECT

  • Actuarial and financial Modelling, 3 credit(s), Master
  • Bonds and Option Valuation Modelling, 3 credit(s), Doctor
  • Bonds Valuation Modelling, 3 credit(s), Undergraduate
  • Financial computation, 3 credit(s), Master
  • Introduction to Mathematical Statiitics, 4 credit(s), Undergraduate
  • Introduction to Financial Statistics, 3 credit(s), Undergraduate
  • Introduction to Statistical Decision Theory, 3 credit(s), Undergraduate
  • Statistics for Geography, 2 credit(s), Undergraduate
  • Theory of Interest and Time Value of Money , 3 credit(s), Master

 

 

RESEARCH GRANT

  • Mathematics Department, FMIPA, GMU, Binomial Method for Indonesian Option Pricing, /2007 –
  • SDM UGM, Indonesian Call Option Pricing by Monte Carlo Simulation Methods, /2006 –
  • CICAT TU DELFT Belanda, Indonesian Option, /2006 –
  • Mathematics Department, FMIPA, GMU, Indonesian Option Price Sensitivity, /2007 –
  • NUS, Singapura, Indonesian Option Pricing Under Geometric Average, /2008 –
  • Mathematics Department, FMIPA, GMU, Monte Carlo Simulation method with Control Variate to Indonesian Option Price Pixing, /2008 –
  • ICE-EM /AMSI Australia, P(I)DE Approach for Indonesian Option Pricing, /2006 –

 

 

INDUSTRIAL PROJECT

  • PT IBPA, Yield Curve Modeling, 09/2008 – 10/2008

 

 

RESEARCH

 

 

COMMUNITY SERVICES

 

 

JOURNAL PUBLICATION

PROSIDING

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